Exponent Rules Practice. Multiplying Monomials Keep the base Add the exponents Multiply Coefficients if you see any.

Slides:

Advertisements

Similar presentations

Dividing Monomials.

Advertisements

Multiplying Monomials and Raising Monomials to Powers

Aim: How do we divide monomials?

Exponents, Parentheses, and the Order of Operations.

The Laws of Exponents Animated floating petals (Difficult)

Algebra 2: Section 6.1 Properties of Exponents. Product of Powers –(when multiplying like bases, add exponents) Power of a Power –(when taking an exponent.

Exponent Rules – Day 1 Zero and Negative Exponents.

Laws of Exponents. Remember: Rule 1—Multiplying like bases  When multiplying like bases, keep the base and ADD the exponents.

4 6 Base Exponent The exponent is sometimes referred to as the power.

Exponent Rules Repeated Multiplication Remember: so and.

The Laws of Exponents.

EXPONENTS ORDER OF OPERATIONS MULTIPLYING / DIVIDING POWER OF A POWER POWER OF A PRODUCT POWER OF A QUOTIENT NEGATIVE EXPONENTS.

Dividing Monomials Tammy Wallace Varina High. Dividing Monomials The opposite of division is ______________. And when multiplying monomials, the rule.

Objective 1: To multiply monomials. Objective 2: To divide monomials and simplify expressions with negative exponents.

Exponents Power base exponent means 3 factors of 5 or 5 x 5 x 5.

Unit 5: Parts of a Power 4x 3 is an example of a monomial. The 4 is called the coefficient. The x is called the base. The 3 is called the exponent. 4x.

How do we use the laws of exponents?. The zero power Anything to the power of zero is one.

Zero and Negative EXPONENTS. A nonzero number to the zero power is 1: Basically that means: ANYTHING RAISED TO THE ZERO POWER (EXCEPT ZER0) IS 1!!!! A.

Monomials – Product and Quotient Remember your rules for multiplying and dividing variables…- When multiplying like variables, ADD your exponents When.

8.2 Dividing Monomials.

Dividing Monomials: The Quotient Rule and Integer Exponents.

Section 5.1 Integer Exponents. Overview Recall that exponents are used to indicate repeated multiplication: In this section we explore properties of exponents.

What is Combining Like Terms?  Lets break it down  Combining-To put together  Like- Similar  Terms- Numbers or letters that are separated by an operational.

Lesson 6.1 AIM: Understanding Multiplication of Exponents.

Factor (letter or number) to Zero Power That factor = 1.

PROPERTIES OF EXPONENTS

Exponents base exponent. The Rules of Exponents: The exponent of a power indicates how many times the base multiplies itself.

Algebraic Fractions  Know your rules  Anything raised to the 0 power = 1  Negative exponents can be moved to the opposite and made positive (that is,

Integer Exponents Rules for Exponents Unit 1, Lesson 5.

5-1 Monomials Objectives Students will be able to: 1)Multiply and divide monomials 2)Use expressions written in scientific notation.

Warmups:. awwwwwwwwwww 9-1 Multiplying Monomials Objective: To find the area or volume of a shape. Standard 10.0.

Algebra 7-1 and 7-2. Monomials DEFINITION: Monomial: a number, variable or the product of a number and 1 or more variables with nonnegative integer exponents.

MONOMIAL MULTIPLICATION & DIVISION We added and subtracted monomials in the last section. It is time to multiply and divide monomials.

Multiply the coefficients, the 2 and the -3 to get -6 a 3 * a 2 will be a 5, you add exponents when you multiply terms b 1 * b 4 will be b 5.

Techniques of Differentiation. We now have a shortcut to find a derivative of a simple function. You multiply the exponent by any coefficient in front.

Multiplying Monomials. Monomial – Any number, or variable, or product /quotient of numbers and variables. Ex: 6x 6x - x 2 y 2 - y 2 z 3 ½xy In an expression,

Monomials Interactive In Algebra County. There are 10 problems to work. Keep track of how many you get correct the first time. If you miss the problem,

 Anything to the power of zero is one  4 0 =1  X 0 =1  =?

5-1 Exponents P911: Divide Monomials. Multiplying Powers (like bases) Example 1: To find total : add.

12.01 Multiplying Monomials. A monomial is a number, a variable, or a product of both. Examples: 8, x, 5y, x 3, 4x 2, – 6xy 7 Exponential Notation amam.

SCIENTIFIC NOTATION RULES. Rules for converting to Scientific Notation One non-zero number before the decimal One digit after the decimal If you are making.

Opener Evaluate when x = 4.. Test Review Simplifying Exponent Rules.

Exponents Power base exponent means 3 factors of 5 or 5 x 5 x 5.

Chapter 7 Review. x 0 = 1 Anything raised to the zero power = 1 1.)2.)

Cornell Notes – Topic: Laws of Exponents

+Addition – like terms -all variables and exponents must match. – add coefficients.

Exponents and Monomials. Monomial is an expression that is a number, a variable, or a product of a number and variables. Constant is a monomial containing.

Monomials Chapter 5.1. Vocabulary Monomial: an expression that is a number, a variable, or the product of a number and one or more variables. – Can not.

Exponent Properties Product of Powers: 23 ● 22 = 23+2 = 25

Module 1 Day 3 Power Properties.

Bell Ringer If 21 = 2, and 23 = 8… What is 20 equal to?

Negative and Zero Exponents

Exponents and Monomials

Exponents: Negative & Zero

Multiplying Polynomials

Properties of Exponents

Exponents & Division.

Exponents and Monomials Lesson

Exponents and Monomials

Dividing Monomials.

The Laws of Exponents.

Problem of the Day (4x2 – 2x – 6) + (4x2 – 7x + 10)

Objective Use multiplication properties of exponents to evaluate and simplify expressions.

Exponents and Monomials

Section 6.1 Exponent Properties.

7-2 Multiplying powers with the same base.

Exponents and Monomials

Presentation transcript:

Exponent Rules Practice

Multiplying Monomials Keep the base Add the exponents Multiply Coefficients if you see any

Keep the base Add the exponents Multiply Coefficients if you see any

Keep the base Add the exponents Multiply Coefficients if you see any

Keep the base Add the exponents Multiply Coefficients if you see any

Keep the base Add the exponents Multiply Coefficients if you see any

Keep the base Add the exponents Multiply Coefficients if you see any

Keep the base Add the exponents Multiply Coefficients if you see any

Keep the base Add the exponents Multiply Coefficients if you see any

Dividing Monomials

Negative and Zero Exponents Switch the line for unhappy exponents Anything to the zero power becomes a 1

Switch the line for unhappy exponents Anything to the zero power becomes a 1

Switch the line for unhappy exponents Anything to the zero power becomes a 1

Switch the line for unhappy exponents Anything to the zero power becomes a 1

Switch the line for unhappy exponents Anything to the zero power becomes a 1

Switch the line for unhappy exponents Anything to the zero power becomes a 1

Switch the line for unhappy exponents Anything to the zero power becomes a 1

Putting Things Together You may have to combine some rules on the following problems. Don’t freak out! Just do one step at a time.

Multiply AND Divide Multiply the Monomials on the top first. THEN, divide the new terms

Multiply the Monomials on the top first. THEN, divide the new terms

Multiply the Monomials on the top first. THEN, divide the new terms

Multiply the Monomials on the top first. THEN, divide the new terms

Divide AND Negatives Rule Divide the Monomials first. THEN, deal with the negative exponents

Divide the Monomials first. THEN, deal with the negative exponents

Divide the Monomials first. THEN, deal with the negative exponents

Divide the Monomials first. THEN, deal with the negative exponents

Divide the Monomials first. THEN, deal with the negative exponents